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Wilson's quantum field theory (QFT) in less than 4 dimensions has achieved a great
success in the study of critical phenomenon but is still not tested within the scope
of particle physics. To guarantee the validity of Wilson's QFT in less than 4 dimensions,
Newton–Leibniz's differential-integral formulas must be extended to the noninteger
dimensional situation. We show that this leads to a new prediction that Planck's constant
will be expressed in terms of three fundamental constants: critical time scale, dimension
of time axis, and total energy of universe. We propose the corresponding methods to
measure these three constants. It will be thus interesting to compare the well-known
value of Planck's constant with the potential theoretical value consisting of three
fundamental constants.

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Marcin Konecki (corresponding) , Marc Baarmand (corresponding) , Ignazio Lazzizzera (corresponding) … (2013)

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Kenneth G. Wilson, Michael E. Fisher (1972)

ScienceOpen

2199-1006

(ID: 1558a028-a700-4087-8748-85359a56820e
)

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Pages: 6